Add to ORKGIn this paper, we solve for some cases a conjecture by Kochar and Korwar (1996) in relation with the normalized spacings of the order statistics related to a sample of independent exponential random variables with different scale parameter. In the case of a sample of size n=3, they proved the ordering of the normalized spacings and conjectured that result holds for all n. We give the proof of this conjecture for n=4 and for both spacing and normalized spacings. We also generalize some results to n>
2010 Mathematics Subject Classification: 62G30, 62E10.Two characterizations of the exponential distr...
A great number of articles have dealt with stochastic comparisons of ordered random variables in th...
AbstractMultivariate dependence of spacings of generalized order statistics is studied. It is shown ...
In this paper, we solve for some cases a conjecture by Kochar and Korwar (1996) in relation with th...
AbstractIn this article, we partially solve a conjecture by Kochar and Korwar (1996) [9] in relation...
AbstractWe obtain some new results on normalized spacings of independent exponential random variable...
AbstractSome new results are obtained on stochastic orderings between random vectors of spacings fro...
We obtain some new results on normalized spacings of independent exponential random variables with p...
In this work, we obtain some new results in the area of stochastic comparisons of simple and normal...
Let X1,…,Xn be mutually independent exponential random variables with distinct hazard rates λ1,…,λn ...
AbstractLet X1,X2,…,Xn be independent exponential random variables such that Xi has failure rate λ f...
AbstractIn this paper, we investigate the ordering properties of sample ranges arising from multiple...
AbstractIn this paper, the sample range from a heterogeneous exponential sample is shown to be large...
We determine the joint limiting distribution of adjacent spacings around a central, intermediate, or...
AbstractThis paper deals with the stochastic comparison of order statistics and their mixtures. For ...
2010 Mathematics Subject Classification: 62G30, 62E10.Two characterizations of the exponential distr...
A great number of articles have dealt with stochastic comparisons of ordered random variables in th...
AbstractMultivariate dependence of spacings of generalized order statistics is studied. It is shown ...
In this paper, we solve for some cases a conjecture by Kochar and Korwar (1996) in relation with th...
AbstractIn this article, we partially solve a conjecture by Kochar and Korwar (1996) [9] in relation...
AbstractWe obtain some new results on normalized spacings of independent exponential random variable...
AbstractSome new results are obtained on stochastic orderings between random vectors of spacings fro...
We obtain some new results on normalized spacings of independent exponential random variables with p...
In this work, we obtain some new results in the area of stochastic comparisons of simple and normal...
Let X1,…,Xn be mutually independent exponential random variables with distinct hazard rates λ1,…,λn ...
AbstractLet X1,X2,…,Xn be independent exponential random variables such that Xi has failure rate λ f...
AbstractIn this paper, we investigate the ordering properties of sample ranges arising from multiple...
AbstractIn this paper, the sample range from a heterogeneous exponential sample is shown to be large...
We determine the joint limiting distribution of adjacent spacings around a central, intermediate, or...
AbstractThis paper deals with the stochastic comparison of order statistics and their mixtures. For ...
2010 Mathematics Subject Classification: 62G30, 62E10.Two characterizations of the exponential distr...
A great number of articles have dealt with stochastic comparisons of ordered random variables in th...
AbstractMultivariate dependence of spacings of generalized order statistics is studied. It is shown ...